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Physics-Based Flexible Tire Model Integrated With LuGre Tire Friction for Transient Braking and Cornering Analysis

机译:结合LuGre轮胎摩擦的基于物理的柔性轮胎模型,用于瞬态制动和转弯分析

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摘要

In transient vehicle maneuvers, structural tire deformation due to the large load transfer causes abrupt change in normal contact pressure and slip distribution over the contact patch, and it has a dominant effect on characterizing the transient braking and cornering forces including the history-dependent friction-induced hysteresis effect. To account for the dynamic coupling of structural tire deformations and the transient tire friction behavior, a physics-based flexible tire model is developed using the laminated composite shell element based on the absolute nodal coordinate formulation and the distributed parameter LuGre tire friction model. In particular, a numerical procedure to integrate the distributed parameter LuGre tire friction model into the finite-element based spatial flexible tire model is proposed. To this end, the spatially discretized form of the LuGre tire friction model is derived and integrated into the finite-element tire model such that change in the normal contact pressure and slip distributions over the contact patch predicted by the deformable tire model enters into the spatially discretized LuGre tire friction model to predict the transient shear contact stress distribution. By doing so, the structural tire deformation and the LuGre tire friction force model are dynamically coupled in the final form of the equations, and these equations are integrated simultaneously forward in time at every time step. The tire model developed is experimentally validated and several numerical examples for hard braking and cornering simulation are presented to demonstrate capabilities of the physics-based flexible tire model developed in this study.
机译:在瞬态车辆操纵中,由于大的载荷传递而导致的结构性轮胎变形会导致法向接触压力的突然变化和接触面的滑移分布,并且在表征瞬态制动力和转弯力(包括与历史有关的摩擦力)方面起主要作用。引起的磁滞效应。为了解决结构性轮胎变形与瞬态轮胎摩擦行为的动态耦合问题,基于绝对节点坐标公式和分布参数LuGre轮胎摩擦模型,使用层压复合壳元素开发了基于物理的柔性轮胎模型。特别地,提出了一种将分布参数LuGre轮胎摩擦模型集成到基于有限元的空间柔性轮胎模型中的数值程序。为此,导出了LuGre轮胎摩擦模型的空间离散形式,并将其集成到有限元轮胎模型中,这样,可变形轮胎模型预测的法向接触压力的变化和滑移分布在接触面片上的变化就进入了空间离散的LuGre轮胎摩擦模型来预测瞬时剪切接触应力分布。这样,结构的轮胎变形和LuGre轮胎摩擦力模型就以方程的最终形式动态耦合,并且这些方程在每个时间步都同时向前积分。所开发的轮胎模型已通过实验验证,并提供了一些用于硬制动和转弯模拟的数值示例,以证明该研究中开发的基于物理的柔性轮胎模型的功能。

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